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Rare Earth Energy Levels and Electronic States

Rare Earth Energy Levels and Electronic States [Pg.559]

Although the lanthanides can possess up to 14 identical f-electrons, each rare earth differs from the others in its optical and magnetic properties. For the general case, in terms of effective radius, r , we have the following relation of electronic energy levels, shown as follows  [Pg.559]

since 1, the azimuthal quantum number, can take on values from 0 to [Pg.560]

with s = 3 1/2 (i,e.- 7 x 1/2), the observed spectra can become quite complex. The following table shows neutral atom electron configurations and observed valences  [Pg.560]

For any given atom, the number of possible states can be calculated from combinatorial theory, i.e,- [Pg.560]


III. Rare Earth Energy Levels and Electronic States... [Pg.559]




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